9000024503
Level:
A
Identify the value of a real parameter \(a\)
such that the graph of the function
\[
f(x) = |x - a| + 3
\]
corresponds to the picture.
\(1\)
\(3\)
\(- 3\)
\(- 1\)
\(4\)
Linear functions with absolute values
9000024504
Level:
A
Identify the value of a real parameter \(b\)
such that the graph of the function
\[
f(x) = |x - 0.5| + b
\]
corresponds to the picture.
\(1\)
\(- 1\)
\(- 0.5\)
\(0.5\)
\(1.5\)
9000024505
Level:
A
Identify the value of a real parameter \(b\)
such that the graph of the function
\[
f(x) = \left |x + \frac{1}
{2}\right | + b
\]
corresponds to the picture.
\(- 1\)
\(-\frac{3}
{2}\)
\(-\frac{1}
{2}\)
\(\frac{1}
{2}\)
\(1\)
9000024506
Level:
A
Identify the value of real parameters \(a\)
and \(b\)
such that the graph of the function
\[
f(x)= \left |x + a\right | + b
\]
corresponds to the picture.
\(a = 2,\ b = -3\)
\(a = 2,\ b = 3\)
\(a = 3,\ b = 2\)
\(a = -3,\ b = -2\)
9000024507
Level:
A
Identify the value of a real parameter \(a\)
such that the graph of the function
\[
f(x) = -|a - x| + 2
\]
corresponds to the picture.
\(3\)
\(2\)
\(1\)
\(- 1\)
\(4\)
9000024408
Level:
A
Identify the values of real parameters \(a\)
and \(b\)
such that the graph of the function
\[
f(x)= |x - a| + b
\]
corresponds to the picture.
\(\ \ a = 3,\quad \phantom{ -} b = -2\)
\(\ \ a = -3,\quad b = 2\)
\(\ \ a = 2,\quad \phantom{ -} b = -3\)
\(\ \ a = -2,\quad b = 2\)
9000024508
Level:
A
Identify the value of real parameters \(a\)
and \(b\)
such that the graph of the function
\[
f(x) = \left |x - a\right | + b
\]
corresponds to the picture.
\(a = 2,\ b = -2\)
\(a = -2,\ b = 2\)
\(a = 2,\ b = 2\)
\(a = -2,\ b = -2\)
9000024407
Level:
A
Identify the value of a real parameter \(a\)
such that the graph of the function
\[
f(x) = |x + a|- 2
\]
corresponds to the picture.
\(\ \ - 1\)
\(\ \ 1\)
\(\ \ - 2\)
\(\ \ 2\)
\(\ \ 3\)
9100024510
Level:
A
Identify a possible graph of the function
\(f(x)= -|4 + x|- 2\).
9100004003
Level:
A
Identify a possible graph of the function
\(g(x)= -|x| + 1\).
